/// <summary>
/// Actually computes the insertion. In some cases we would like more info
/// coming back than we get by using Generate() api. Note that resulting
/// mesh is *not* compacted.
/// </summary>
public DMesh3 ComputeResult(out MeshInsertPolygon insertion)
{
AxisAlignedBox2d bounds = Polygon.Bounds;
double padding = 0.1 * bounds.DiagonalLength;
bounds.Expand(padding);
TrivialRectGenerator rectgen = (Subdivisions == 1) ?
new TrivialRectGenerator() : new GriddedRectGenerator()
{
EdgeVertices = Subdivisions
};
rectgen.Width = (float)bounds.Width;
rectgen.Height = (float)bounds.Height;
rectgen.IndicesMap = new Index2i(1, 2);
rectgen.UVMode = UVMode;
rectgen.Clockwise = true; // MeshPolygonInserter assumes mesh faces are CW? (except code says CCW...)
rectgen.Generate();
var base_mesh = new DMesh3();
rectgen.MakeMesh(base_mesh);
var shiftPolygon = new GeneralPolygon2d(Polygon);
Vector2d shift = bounds.Center;
shiftPolygon.Translate(-shift);
var insert = new MeshInsertPolygon()
{
Mesh = base_mesh,
Polygon = shiftPolygon
};
bool bOK = insert.Insert();
if (!bOK)
{
throw new Exception("TriangulatedPolygonGenerator: failed to Insert()");
}
MeshFaceSelection selected = insert.InteriorTriangles;
var editor = new MeshEditor(base_mesh);
editor.RemoveTriangles((tid) => { return(selected.IsSelected(tid) == false); }, true);
var shift3 = new Vector3d(shift.x, shift.y, 0);
MeshTransforms.Translate(base_mesh, shift3);
insertion = insert;
return(base_mesh);
}
public bool Fill()
{
compute_polygon();
// translate/scale fill loops to unit box. This will improve
// accuracy in the calcs below...
Vector2d shiftOrigin = Bounds.Center;
double scale = 1.0 / Bounds.MaxDim;
SpansPoly.Translate(-shiftOrigin);
SpansPoly.Scale(scale * Vector2d.One, Vector2d.Zero);
var ElemToLoopMap = new Dictionary <PlanarComplex.Element, int>();
// generate planar mesh that we will insert polygons into
MeshGenerator meshgen;
float planeW = 1.5f;
int nDivisions = 0;
if (FillTargetEdgeLen < double.MaxValue && FillTargetEdgeLen > 0)
{
int n = (int)((planeW / (float)scale) / FillTargetEdgeLen) + 1;
nDivisions = (n <= 1) ? 0 : n;
}
if (nDivisions == 0)
{
meshgen = new TrivialRectGenerator()
{
IndicesMap = new Index2i(1, 2),
Width = planeW,
Height = planeW,
};
}
else
{
meshgen = new GriddedRectGenerator()
{
IndicesMap = new Index2i(1, 2),
Width = planeW,
Height = planeW,
EdgeVertices = nDivisions
};
}
DMesh3 FillMesh = meshgen.Generate().MakeDMesh();
FillMesh.ReverseOrientation(); // why?!?
int[] polyVertices = null;
// insert each poly
var insert = new MeshInsertUVPolyCurve(FillMesh, SpansPoly);
ValidationStatus status = insert.Validate(MathUtil.ZeroTolerancef * scale);
bool failed = true;
if (status == ValidationStatus.Ok)
{
if (insert.Apply())
{
insert.Simplify();
polyVertices = insert.CurveVertices;
failed = false;
}
}
if (failed)
{
return(false);
}
// remove any triangles not contained in gpoly
// [TODO] degenerate triangle handling? may be 'on' edge of gpoly...
var removeT = new List <int>();
foreach (int tid in FillMesh.TriangleIndices())
{
Vector3d v = FillMesh.GetTriCentroid(tid);
if (SpansPoly.Contains(v.xy) == false)
{
removeT.Add(tid);
}
}
foreach (int tid in removeT)
{
FillMesh.RemoveTriangle(tid, true, false);
}
//Util.WriteDebugMesh(FillMesh, "c:\\scratch\\CLIPPED_MESH.obj");
// transform fill mesh back to 3d
MeshTransforms.PerVertexTransform(FillMesh, (v) =>
{
Vector2d v2 = v.xy;
v2 /= scale;
v2 += shiftOrigin;
return(to3D(v2));
});
//Util.WriteDebugMesh(FillMesh, "c:\\scratch\\PLANAR_MESH_WITH_LOOPS.obj");
//Util.WriteDebugMesh(MeshEditor.Combine(FillMesh, Mesh), "c:\\scratch\\FILLED_MESH.obj");
// figure out map between new mesh and original edge loops
// [TODO] if # of verts is different, we can still find correspondence, it is just harder
// [TODO] should check that edges (ie sequential verts) are boundary edges on fill mesh
// if not, can try to delete nbr tris to repair
var mergeMapV = new IndexMap(true);
if (MergeFillBoundary && polyVertices != null)
{
throw new NotImplementedException("PlanarSpansFiller: merge fill boundary not implemented!");
//int[] fillLoopVerts = polyVertices;
//int NV = fillLoopVerts.Length;
//PlanarComplex.Element sourceElem = (pi == 0) ? gsolid.Outer : gsolid.Holes[pi - 1];
//int loopi = ElemToLoopMap[sourceElem];
//EdgeLoop sourceLoop = Loops[loopi].edgeLoop;
//for (int k = 0; k < NV; ++k) {
// Vector3d fillV = FillMesh.GetVertex(fillLoopVerts[k]);
// Vector3d sourceV = Mesh.GetVertex(sourceLoop.Vertices[k]);
// if (fillV.Distance(sourceV) < MathUtil.ZeroTolerancef)
// mergeMapV[fillLoopVerts[k]] = sourceLoop.Vertices[k];
//}
}
// append this fill to input mesh
var editor = new MeshEditor(Mesh);
int[] mapV;
editor.AppendMesh(FillMesh, mergeMapV, out mapV, Mesh.AllocateTriangleGroup());
// [TODO] should verify that we actually merged the loops...
return(true);
}
public bool Fill()
{
compute_polygons();
// translate/scale fill loops to unit box. This will improve
// accuracy in the calcs below...
Vector2d shiftOrigin = Bounds.Center;
double scale = 1.0 / Bounds.MaxDim;
foreach (var floop in Loops)
{
floop.poly.Translate(-shiftOrigin);
floop.poly.Scale(scale * Vector2d.One, Vector2d.Zero);
}
Dictionary <PlanarComplex.Element, int> ElemToLoopMap = new Dictionary <PlanarComplex.Element, int>();
// [TODO] if we have multiple components in input mesh, we could do this per-component.
// This also helps avoid nested shells creating holes.
// *However*, we shouldn't *have* to because FindSolidRegions will do the right thing if
// the polygons have the same orientation
// add all loops to planar complex
PlanarComplex complex = new PlanarComplex();
for (int i = 0; i < Loops.Count; ++i)
{
var elem = complex.Add(Loops[i].poly);
ElemToLoopMap[elem] = i;
}
// sort into separate 2d solids
PlanarComplex.SolidRegionInfo solids =
complex.FindSolidRegions(PlanarComplex.FindSolidsOptions.SortPolygons);
// fill each 2d solid
List <Index2i> failed_inserts = new List <Index2i>();
List <Index2i> failed_merges = new List <Index2i>();
for (int fi = 0; fi < solids.Polygons.Count; ++fi)
{
var gpoly = solids.Polygons[fi];
PlanarComplex.GeneralSolid gsolid = solids.PolygonsSources[fi];
// [TODO] could do scale/translate here, per-polygon would be more precise
// generate planar mesh that we will insert polygons into
MeshGenerator meshgen;
float planeW = 1.5f;
int nDivisions = 0;
if (FillTargetEdgeLen < double.MaxValue && FillTargetEdgeLen > 0)
{
int n = (int)((planeW / (float)scale) / FillTargetEdgeLen) + 1;
nDivisions = (n <= 1) ? 0 : n;
}
if (nDivisions == 0)
{
meshgen = new TrivialRectGenerator()
{
IndicesMap = new Index2i(1, 2), Width = planeW, Height = planeW,
};
}
else
{
meshgen = new GriddedRectGenerator()
{
IndicesMap = new Index2i(1, 2), Width = planeW, Height = planeW,
EdgeVertices = nDivisions
};
}
DMesh3 FillMesh = meshgen.Generate().MakeDMesh();
FillMesh.ReverseOrientation(); // why?!?
// convenient list
List <Polygon2d> polys = new List <Polygon2d>()
{
gpoly.Outer
};
polys.AddRange(gpoly.Holes);
// for each poly, we track the set of vertices inserted into mesh
int[][] polyVertices = new int[polys.Count][];
// insert each poly
for (int pi = 0; pi < polys.Count; ++pi)
{
MeshInsertUVPolyCurve insert = new MeshInsertUVPolyCurve(FillMesh, polys[pi]);
ValidationStatus status = insert.Validate(MathUtil.ZeroTolerancef * scale);
bool failed = true;
if (status == ValidationStatus.Ok)
{
if (insert.Apply())
{
insert.Simplify();
polyVertices[pi] = insert.CurveVertices;
failed = (insert.Loops.Count != 1) ||
(insert.Loops[0].VertexCount != polys[pi].VertexCount);
}
}
if (failed)
{
failed_inserts.Add(new Index2i(fi, pi));
}
}
// remove any triangles not contained in gpoly
// [TODO] degenerate triangle handling? may be 'on' edge of gpoly...
List <int> removeT = new List <int>();
foreach (int tid in FillMesh.TriangleIndices())
{
Vector3d v = FillMesh.GetTriCentroid(tid);
if (gpoly.Contains(v.xy) == false)
{
removeT.Add(tid);
}
}
foreach (int tid in removeT)
{
FillMesh.RemoveTriangle(tid, true, false);
}
//Util.WriteDebugMesh(FillMesh, "c:\\scratch\\CLIPPED_MESH.obj");
// transform fill mesh back to 3d
MeshTransforms.PerVertexTransform(FillMesh, (v) => {
Vector2d v2 = v.xy;
v2 /= scale;
v2 += shiftOrigin;
return(to3D(v2));
});
//Util.WriteDebugMesh(FillMesh, "c:\\scratch\\PLANAR_MESH_WITH_LOOPS.obj");
//Util.WriteDebugMesh(MeshEditor.Combine(FillMesh, Mesh), "c:\\scratch\\FILLED_MESH.obj");
// figure out map between new mesh and original edge loops
// [TODO] if # of verts is different, we can still find correspondence, it is just harder
// [TODO] should check that edges (ie sequential verts) are boundary edges on fill mesh
// if not, can try to delete nbr tris to repair
IndexMap mergeMapV = new IndexMap(true);
if (MergeFillBoundary)
{
for (int pi = 0; pi < polys.Count; ++pi)
{
if (polyVertices[pi] == null)
{
continue;
}
int[] fillLoopVerts = polyVertices[pi];
int NV = fillLoopVerts.Length;
PlanarComplex.Element sourceElem = (pi == 0) ? gsolid.Outer : gsolid.Holes[pi - 1];
int loopi = ElemToLoopMap[sourceElem];
EdgeLoop sourceLoop = Loops[loopi].edgeLoop;
if (sourceLoop.VertexCount != NV)
{
failed_merges.Add(new Index2i(fi, pi));
continue;
}
for (int k = 0; k < NV; ++k)
{
Vector3d fillV = FillMesh.GetVertex(fillLoopVerts[k]);
Vector3d sourceV = Mesh.GetVertex(sourceLoop.Vertices[k]);
if (fillV.Distance(sourceV) < MathUtil.ZeroTolerancef)
{
mergeMapV[fillLoopVerts[k]] = sourceLoop.Vertices[k];
}
}
}
}
// append this fill to input mesh
MeshEditor editor = new MeshEditor(Mesh);
int[] mapV;
editor.AppendMesh(FillMesh, mergeMapV, out mapV, Mesh.AllocateTriangleGroup());
// [TODO] should verify that we actually merged the loops...
}
if (failed_inserts.Count > 0 || failed_merges.Count > 0)
{
return(false);
}
return(true);
}